Chapter 14 of the special function to calculate the

...................................................\bessel.m

...................................................\bessel2.m

...................................................\besselm.m

...................................................\besselm2.m

...................................................\Beta.m

...................................................\betap.m

...................................................\CIx.m

...................................................\EIx.m

...................................................\EIx2.m

...................................................\Ellipint1.m

...................................................\Ellipint2.m

...................................................\ErrFunc.m

...................................................\factbygama.m

...................................................\gamafun.m

...................................................\gamap.m

...................................................\IntGauss.m

...................................................\IntGaussLager.m

...................................................\IntSimpson.m

...................................................\lngama.m

...................................................\SIx.m

...................................................\SmartSimpson.m